
Maryna Viazovska
Ukrainian mathematicianWikipedia
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3
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Search complete. 4 mentions across 3 episodes found for "Maryna Viazovska".
Sep 12, 2026
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Unknown podcast
AI in 15 — September 12, 2026
Sep 12 · 1 Mention
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1:20speaker_1UNKNOWN
The signatories span nearly 50 years of winners.
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1:24speaker_1UNKNOWN
Terence Tao, Peter Scholze, Maryna Viazovska, Maxim Kontsevich, James Maynard, Jun Huh, right through to this year's class.
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1:33speaker_1UNKNOWN
Getting 25 of these people to agree on lunch is hard.
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1:37speaker_1UNKNOWN
Getting them to co-sign a criticism of one industry practice has no real precedent.
OpenAI Researchers on the Future of Mathematical Reasoning
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23:24Mehtaab SawhneyGUEST
Um, so okay, so there are a couple of things.
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23:27Mehtaab SawhneyGUEST
So first, what is this LP of D? So Viazovska's work actually builds on some earlier work.
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23:31Mehtaab SawhneyGUEST
Um, it turns out that there's a way to attack sphere packing via what's called a linear programming bound.
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23:36Mehtaab SawhneyGUEST
So LP just stands for linear programming.
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25:11Mehtaab SawhneyGUEST
... experienced mathematicians, like, it's a half a paragraph to prove it, but it's a little bit tricky.
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25:15Mehtaab SawhneyGUEST
Um, and the point is, um, so it turns out, so this is a relaxation problem.
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25:19Mehtaab SawhneyGUEST
There's no guarantee that taking the optimal F will give you a good bound on delta D. Um, but so what Viazovska, um, did, and this was sort of the key, I mean, a large part of the reason she won a Fields Medal in, um, in twenty twenty was that, or in twenty twenty-two, was that, um, she constructed a function in eight and twenty-four dimensions such that this upper bound matches exactly these two very special lattices.
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25:46Lisha LiHOST
Mm-hmm.
a16z Podcast: OpenAI’s Math Breakthroughs, Reasoning, and Proofs
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2:05speaker_0NARRATOR
OpenAI's models produced bounds that matched and sometimes improved on known results.
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2:11speaker_1NARRATOR
That's particularly significant because the famous cases in dimensions eight and twenty-four were already solved by highly specialized arguments, including Maryna Viazovska's breakthrough.
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2:22speaker_1NARRATOR
The model's ability to align with those results suggests it can navigate deep structure, not just surface patterns.
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2:30speaker_0NARRATOR
The episode also connects sphere packing to spherical and binary codes, problems tied to error correction, where symmetry plays a crucial role through representation theory.